Meta Numerics

We provide quick-start tutorials illustrating the capabilities of the Meta.Numerics in a number of areas:

• Installation
• Advanced Mathematics
  • Complex numbers, uncertain values, and spinors
  • Special functions of real number, complex numbers, and integers
  • Numerical calculus: integration, root-finding, and optimization
• Statistics and Data Analysis
  • Statistics
    • Univariate samples
    • Comparing samples
    • Bivariate samples
    • Multivariate samples
    • Fitting data with error bars to a model
    • Contingency table analysis
  • Statisical tests
  • Probability distributions
• Matrix Algebra
  • Solving systems of equations
  • Finding eigenvalues and eigenvectors

API reference documention is available at http://www.meta-numerics.net.

Versioning describes the versioning policy for Meta.Numerics releases.

Plans for 2.0 describes some planned changes for our next major release.